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$$ {\square}^2$$
$$ x^{\square}$$
$$\sqrt{\square}$$
$$\sqrt[\square]{\square}$$
$$\ge$$
$$\le$$
$$>$$
$$<$$
$$\left({\square}\right)$$
$$\div$$
$$e$$
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$$\mathrm{d}/\mathrm{dx}$$
$$ {\mathrm{d}^{\square}}/{\mathrm{dx}^{\square}}$$
$$\sinh$$
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$$\mathrm{csch}$$
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$$\csc$$
$$\arcsin$$
$$\arccos$$
$$\arctan$$
$$\mathrm{arccot}$$
$$\mathrm{arcsec}$$
$$\mathrm{arccsc}$$
$$\mathrm{del}$$
$$ \mathrm{min}$$
$$\mathrm{max}$$
$$\mathrm{classify}$$
$$\mathrm{heterogeneous}$$
$$\mathrm{homogeneus}$$
$$\mathrm{like}$$
$$\mathrm{reldegree}$$
$$\mathrm{equivalent}$$
$$\mathrm{absdegree}$$
$$\mathrm{factor}$$
$$\ln$$
$$\log$$
$$\lim$$
$$\int{}$$
$$\int{}^{\square}_{\square}$$
$$\mathrm{d}/\mathrm{dx}$$
$$ {\mathrm{d}^{\square}}/{\mathrm{dx}^{\square}}$$
$$\sinh$$
$$\cosh$$
$$\tanh$$
$$\coth$$
$$\mathrm{sech}$$
$$\mathrm{csch}$$
$$\sin$$
$$\cos$$
$$\tan$$
$$\cot$$
$$\sec$$
$$\csc$$
$$\arcsin$$
$$\arccos$$
$$\arctan$$
$$\mathrm{arccot}$$
$$\mathrm{arcsec}$$
$$\mathrm{arccsc}$$
$$\mathrm{del}$$
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Functions

: $$ $$

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$$ $$

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Examples :

Indefinite integrals

$$\int\infty_4\cdot\frac{1}{x\ln\left(3\right)^3}dx$$

Limits by direct substitution

$$\lim_{x\to1}\left(x^2\right)=1$$

Definite integrals

$$\int_{-1}^{2}\left(x2+x-x^2\right)dx$$

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Topic :

Indefinite integrals



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